The 7-digit numbers in each area code have the form ABC-X0X, where X, B, and C can be any digit 0-9 and A is restricted to 2-9. There are two other restrictions: •B and C cannot both equal 1 since these values are designated for other purposes such as 911 (emergency) and 411 (information), and • 555-0100 through 555-0199 are reserved for fictional uses such as in television shows or movies. According to these conditions, how many 7-digit numbers are possible in a single area code? SELECT ALL THAT APPLY Your answer: O (8-10-10-10-10-•10-10)-(8-10-10-10-10)-100 O (8-10)-(8-10) -100 O (8000000)-(80000)-100 O 7,919,900 80 000 000

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ISBN:9781337282291
Author:Ron Larson
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Chapter8: Sequences, Series,and Probability
Section8.6: Counting Principles
Problem 22E: License Plate Numbers In a certain state, each automobile license plate number consists of two...
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Question 4
The 7-digit numbers in each area code have the form ABC-XXXX, where X, B, and C can be any digit 0-9 and A is restricted to 2-9. There are two
other restrictions:
• B and C cannot both equal 1 since these values are designated for other purposes such as 911 (emergency) and 411 (information), and
• 555-0100 through 555-0199 are reserved for fictional uses such as in television shows or movies. According to these conditions, how many 7-digit numbers are
possible in a single area code?
SELECT ALL THAT APPLY
Your answer:
O (8-10-10-10-10-10-10)-(8-10-10-10-10)-100
O (8-10)-(8+10*) -100
O (8000000)-(80000)-100
O 7,919,900
O 80,000,000
Transcribed Image Text:Question 4 The 7-digit numbers in each area code have the form ABC-XXXX, where X, B, and C can be any digit 0-9 and A is restricted to 2-9. There are two other restrictions: • B and C cannot both equal 1 since these values are designated for other purposes such as 911 (emergency) and 411 (information), and • 555-0100 through 555-0199 are reserved for fictional uses such as in television shows or movies. According to these conditions, how many 7-digit numbers are possible in a single area code? SELECT ALL THAT APPLY Your answer: O (8-10-10-10-10-10-10)-(8-10-10-10-10)-100 O (8-10)-(8+10*) -100 O (8000000)-(80000)-100 O 7,919,900 O 80,000,000
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